Temperament addition: Difference between revisions

Cmloegcmluin (talk | contribs)
smoother intro
Cmloegcmluin (talk | contribs)
Diagrammatic explanation: improve diagrams
Line 245: Line 245:
| rowspan="4" |<math>d=4</math>
| rowspan="4" |<math>d=4</math>
| style="border-bottom: 3px solid black;"|<math>g_{\text{min}}=1</math>
| style="border-bottom: 3px solid black;"|<math>g_{\text{min}}=1</math>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-top: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|-
|-
| rowspan="3" |<math>g_{\text{max}}=3</math>
| rowspan="3" |<math>g_{\text{max}}=3</math>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C; "><math>l_{\text{ind}}=1</math></span>
|-
|-
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;"|      
Line 295: Line 295:
| rowspan="3" |<math>d=3</math>
| rowspan="3" |<math>d=3</math>
|style="border-bottom: 3px solid black;"|<math>g_{\text{min}}=1</math>
|style="border-bottom: 3px solid black;"|<math>g_{\text{min}}=1</math>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-top: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|-
|-
| rowspan="2" |<math>g_{\text{max}}=2</math>
| rowspan="2" |<math>g_{\text{max}}=2</math>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|-
|-
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|
|
|}
|}
Line 324: Line 324:
| rowspan="4" |<math>d=4</math>
| rowspan="4" |<math>d=4</math>
| rowspan="2" style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=2</math>
| rowspan="2" style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=2</math>
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA; border-bottom: 1px solid #B6321C;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA; border-bottom: 1px solid #B6321C;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA; border-bottom: 1px solid #B6321C;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA; border-bottom: 1px solid #B6321C;"|      
|
|style="border-bottom: 1px solid #B6321C;"|
|-
|-
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-top: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|-
|-
| rowspan="2" |<math>g_{\text{max}}=2</math>
| rowspan="2" |<math>g_{\text{max}}=2</math>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|-
|-
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|
|
|}
|}
Line 356: Line 356:
| rowspan="4" |<math>d=4</math>
| rowspan="4" |<math>d=4</math>
| rowspan="2" style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=2</math>
| rowspan="2" style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=2</math>
| style="background-color: #E7BBB3;" |  ↑  
| style="background-color: #E7BBB3; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3;" |  ↑  
| style="background-color: #E7BBB3; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3;" |  ↑  
| style="background-color: #E7BBB3; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3;" |  ↑  
| style="background-color: #E7BBB3; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| rowspan="2" |<span style="color: #B6321C;"><math>l_{\text{ind}}=2</math></span>
| rowspan="2" style="border-top: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=2</math></span>
|-
|-
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|-
|-
| rowspan="2" |<math>g_{\text{max}}=2</math>
| rowspan="2" |<math>g_{\text{max}}=2</math>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3;" |<span style="color: #B6321C;">  ↓  </span>
| rowspan="2" |<span style="color: #B6321C;"><math>l_{\text{ind}}=2</math></span>
| rowspan="2" style="border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=2</math></span>
|-
|-
|style="background-color: #E7BBB3;|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|style="background-color: #E7BBB3;|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|style="background-color: #E7BBB3;|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|style="background-color: #E7BBB3;|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|}
|}


Line 393: Line 393:
| rowspan="5" |<math>d=5</math>
| rowspan="5" |<math>d=5</math>
|style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=1</math>
|style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=1</math>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3; border-bottom: 3px solid black;" |  ↑  
| style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-top: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|-
|-
| rowspan="4" |<math>g_{\text{max}}=4</math>
| rowspan="4" |<math>g_{\text{max}}=4</math>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|-
|-
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
| rowspan="3" |
| rowspan="3" |
|-
|-
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|-
|-
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|}
|}


Line 436: Line 436:
| rowspan="5" |<math>d=5</math>
| rowspan="5" |<math>d=5</math>
| rowspan="2" style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=2</math>
| rowspan="2" style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=2</math>
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA; border-bottom: 1px solid #B6321C;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA; border-bottom: 1px solid #B6321C;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA; border-bottom: 1px solid #B6321C;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA; border-bottom: 1px solid #B6321C;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA; border-bottom: 1px solid #B6321C;"|      
|
| style="border-bottom: 1px solid #B6321C;" |
|-
|-
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-top: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|-
|-
| rowspan="3" |<math>g_{\text{max}}=3</math>
| rowspan="3" |<math>g_{\text{max}}=3</math>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↓  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|-
|-
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|
|
|-
|-
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
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Line 479: Line 479:
| rowspan="5" |<math>d=5</math>
| rowspan="5" |<math>d=5</math>
| rowspan="2" style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=2</math>
| rowspan="2" style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=2</math>
| style="background-color: #E7BBB3;" |  ↑  
| style="background-color: #E7BBB3; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3;" |  ↑  
| style="background-color: #E7BBB3; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3;" |  ↑  
| style="background-color: #E7BBB3; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3;" |  ↑  
| style="background-color: #E7BBB3; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| style="background-color: #E7BBB3;" |  ↑  
| style="background-color: #E7BBB3; border-top: 1px solid #B6321C;" |<span style="color: #B6321C;">  ↑  </span>
| rowspan="2" |<span style="color: #B6321C;"><math>l_{\text{ind}}=2</math></span>
| rowspan="2" style="border-top: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=2</math></span>
|-
|-
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|<span style="color: #B6321C;">  ↑  </span>
|-
|-
| rowspan="3" |<math>g_{\text{max}}=3</math>
| rowspan="3" |<math>g_{\text{max}}=3</math>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3;" |<span style="color: #B6321C;">  ↓  </span>
| style="background-color: #E7BBB3;" |  ↓  
| style="background-color: #E7BBB3;" |<span style="color: #B6321C;">  ↓  </span>
| rowspan="2" |<span style="color: #B6321C;"><math>l_{\text{ind}}=2</math></span>
| rowspan="2" style="border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=2</math></span>
|-
|-
|style="background-color: #E7BBB3;|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|style="background-color: #E7BBB3;|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|style="background-color: #E7BBB3;|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|style="background-color: #E7BBB3;|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|style="background-color: #E7BBB3;|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|-
|-
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|style="background-color: #BED5BA;|      
|style="background-color: #BED5BA;"|      
|
|
|}
|}
Line 526: Line 526:
| rowspan="2" |<math>d=2</math>
| rowspan="2" |<math>d=2</math>
|style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=1</math>
|style="border-bottom: 3px solid black;" |<math>g_{\text{min}}=1</math>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↑  </span>
|style="background-color: #E7BBB3; border-bottom: 3px solid black;"|  ↑  
|style="background-color: #E7BBB3; border-bottom: 3px solid black; border-top: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↑  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-top: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|-
|-
|<math>g_{\text{max}}=1</math>
|<math>g_{\text{max}}=1</math>
|style="background-color: #E7BBB3;"|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|style="background-color: #E7BBB3;"|  ↓  
|style="background-color: #E7BBB3; border-bottom: 1px solid #B6321C;"|<span style="color: #B6321C;">  ↓  </span>
|<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
| style="border-bottom: 1px solid #B6321C;" |<span style="color: #B6321C;"><math>l_{\text{ind}}=1</math></span>
|}
|}